1- Sum
2- Average
3- Does list contain a negative value
4- Is list increasing
5- The max value in list
6- makes list all positive numbers
7- says all even values
8- Adds the two lists MORE BELOW
9- Change Value in List
0- Changes the list you interact with
Space- Stops the Sprite from displaying a value
Note: I've chosen to use the (repeat) block with the value (length of list) in it, over the (for each item in list) block, because it's more usefulldata:image/png;base64,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